Chain surveying – setting out perpendiculars: Which instrument is commonly used to set out perpendicular offsets to a chain line during chain surveying?
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ATheodolite
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BPrismatic compass
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CLevelling instrument (automatic/dumpy level)
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DOptical square
Answer
Correct Answer: Optical square
Explanation
Introduction / Context:Short offsets at right angles to a baseline are routine in chain surveying for locating details like boundaries, hedges, and walls. A simple, quick instrument is preferred over high-precision angle-measuring devices for efficiency in the field.
Given Data / Assumptions:
- The task is to set out a 90° offset from an established chain line.
- Speed and simplicity are more important than arc-second precision.
- Visibility is adequate for sighting the detail point.
Concept / Approach:The optical square uses a fixed 45° prism or mirror system to create a right angle between two lines of sight, enabling a rapid and reasonably accurate setting of perpendiculars. While a theodolite can set any angle, it is unnecessarily elaborate for common offsets. A prismatic compass is for bearings, not precise perpendiculars, and a levelling instrument measures vertical differences, not plan angles.
Step-by-Step Solution:
Stand on the chain line point where the offset is required.Sight along the chain line with the optical square.Rotate until the reflected and direct images coincide; the perpendicular direction is now defined.Measure the offset distance along this perpendicular to locate the feature.Verification / Alternative check:Cross-check by measuring a 3-4-5 triangle or by setting a right angle with a cross-staff if available; the points should coincide within field tolerances.
Why Other Options Are Wrong:
- Theodolite is accurate but slow for routine offsets.
- Prismatic compass is affected by local attraction and is not intended for right angles.
- Levels determine elevation, not plan angles.
Common Pitfalls:Using the instrument far from the chain line point; parallax errors; ignoring slope corrections when offsets are long on sloping ground.
Final Answer:Optical square